BEC condensate fraction: N₀/N = 1 − (T/Tc)^(3/2); k_B·Tc = 2π·ℏ²·n^(2/3)/(m·ζ(3/2)^(2/3))

Layer 1 — Physicsin the ultracold-atoms subtree

BEC condensate fraction and critical temperature. Using framework F8 (polylog thermodynamic integrals), the thermal-cloud density above Tc equals n·λ_T³ = g_{3/2}(z); at the transition z = 1 gives n_c·λ_Tc³ = ζ(3/2). Solving for Tc: k_B·Tc…

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Explore BEC condensate fraction: N₀/N = 1 − (T/Tc)^(3/2); k_B·Tc = 2π·ℏ²·n^(2/3)/(m·ζ(3/2)^(2/3)) on the interactive knowledge graph →